HIGH SPEED OPEN SHELL ELECTRONIC STATE CALCULATION METHOD OF MACROMOLECULE
PROBLEM TO BE SOLVED: To solve the problem that it is an important subject from both of academic and industrial points of view to install an open shell electronic state theory in a frame of a fragment molecular oribital method, and in its fragment division, it is difficult to determine a spin status...
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creator | HINO TADASHI |
description | PROBLEM TO BE SOLVED: To solve the problem that it is an important subject from both of academic and industrial points of view to install an open shell electronic state theory in a frame of a fragment molecular oribital method, and in its fragment division, it is difficult to determine a spin status of a partial molecule without contradiction. SOLUTION: It is noticed that the spin status of a molecule is derived from α electronic density distribution and β electronic density distribution. These electronic density distributions are determined by adopting a non-restricted Hartree-Fock method to description of an open-shell electronic status. Thus, the spin status of the partial molecule is determined. Algorithm of a fragment molecular orbital method is adopted to procedures for reconfiguring electronic density of all the molecules from electronic density of the partial molecule. Thus, α electronic density distribution and β electronic density distribution of all the molecules are reconfigured without contradiction from α electronic density distribution and β electronic density distribution of the partial molecule and open-shell electronic states of all the molecules are accurately calculated at high speed. COPYRIGHT: (C)2009,JPO&INPIT |
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SOLUTION: It is noticed that the spin status of a molecule is derived from α electronic density distribution and β electronic density distribution. These electronic density distributions are determined by adopting a non-restricted Hartree-Fock method to description of an open-shell electronic status. Thus, the spin status of the partial molecule is determined. Algorithm of a fragment molecular orbital method is adopted to procedures for reconfiguring electronic density of all the molecules from electronic density of the partial molecule. Thus, α electronic density distribution and β electronic density distribution of all the molecules are reconfigured without contradiction from α electronic density distribution and β electronic density distribution of the partial molecule and open-shell electronic states of all the molecules are accurately calculated at high speed. 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SOLUTION: It is noticed that the spin status of a molecule is derived from α electronic density distribution and β electronic density distribution. These electronic density distributions are determined by adopting a non-restricted Hartree-Fock method to description of an open-shell electronic status. Thus, the spin status of the partial molecule is determined. Algorithm of a fragment molecular orbital method is adopted to procedures for reconfiguring electronic density of all the molecules from electronic density of the partial molecule. Thus, α electronic density distribution and β electronic density distribution of all the molecules are reconfigured without contradiction from α electronic density distribution and β electronic density distribution of the partial molecule and open-shell electronic states of all the molecules are accurately calculated at high speed. 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SOLUTION: It is noticed that the spin status of a molecule is derived from α electronic density distribution and β electronic density distribution. These electronic density distributions are determined by adopting a non-restricted Hartree-Fock method to description of an open-shell electronic status. Thus, the spin status of the partial molecule is determined. Algorithm of a fragment molecular orbital method is adopted to procedures for reconfiguring electronic density of all the molecules from electronic density of the partial molecule. Thus, α electronic density distribution and β electronic density distribution of all the molecules are reconfigured without contradiction from α electronic density distribution and β electronic density distribution of the partial molecule and open-shell electronic states of all the molecules are accurately calculated at high speed. COPYRIGHT: (C)2009,JPO&INPIT</abstract><oa>free_for_read</oa></addata></record> |
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subjects | CALCULATING COMPUTING COUNTING ELECTRIC DIGITAL DATA PROCESSING PHYSICS |
title | HIGH SPEED OPEN SHELL ELECTRONIC STATE CALCULATION METHOD OF MACROMOLECULE |
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